{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "55137131-d14c-4868-8665-42951c8bd62c",
   "metadata": {},
   "source": [
    "# <span style=\"color: #9333EA;\">波浪水球图</span>\n",
    "### 绘制一个波浪水球图，直观表示旗舰店订单数量和专营店订单数量在总订单中的占比"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "68bb0412-a678-4a8f-837b-dfaa5631391b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "from matplotlib.patches import Circle, Polygon\n",
    "\n",
    "# 数据准备\n",
    "flagship_orders = 511  # 旗舰店订单数\n",
    "total_orders = 1000    # 总订单数\n",
    "percentage = flagship_orders / total_orders * 100\n",
    "\n",
    "# 创建图形\n",
    "fig, ax = plt.subplots(1, 1, figsize=(8, 10))\n",
    "ax.set_aspect('equal')\n",
    "\n",
    "# 设置颜色\n",
    "water_color = '#1e90ff'  # 水球蓝色\n",
    "bg_color = '#0a2a5a'     # 深蓝色背景\n",
    "text_color = '#ffffff'   # 白色文字\n",
    "border_color = '#ffffff' # 白色边框\n",
    "\n",
    "# 设置整个图形的背景色\n",
    "fig.patch.set_facecolor(bg_color)\n",
    "ax.set_facecolor(bg_color)\n",
    "\n",
    "# 绘制外圆背景\n",
    "outer_circle = Circle((0.5, 0.5), 0.4, fill=True, color='#1e3a5f', alpha=0.3)\n",
    "ax.add_patch(outer_circle)\n",
    "\n",
    "# 创建波浪效果函数\n",
    "def create_wave_mask(center_x, center_y, radius, water_level, amplitude=0.02, frequency=3, phase=0):\n",
    "    \"\"\"创建波浪形状的遮罩\"\"\"\n",
    "    theta = np.linspace(0, 2 * np.pi, 300)\n",
    "    \n",
    "    # 计算波浪形状 - 确保波浪在水位线附近\n",
    "    wave_offset = amplitude * np.sin(frequency * theta + phase)\n",
    "    wave_level = water_level + wave_offset\n",
    "    \n",
    "    # 限制波浪在圆形范围内\n",
    "    wave_level = np.clip(wave_level, -1, 1)\n",
    "    \n",
    "    # 转换为笛卡尔坐标\n",
    "    x = center_x + radius * np.cos(theta)\n",
    "    y = center_y + radius * wave_level\n",
    "    \n",
    "    return x, y\n",
    "\n",
    "# 计算水位高度（51%对应约一半高度）\n",
    "water_level_normalized = (percentage / 100) * 2 - 1  # 归一化到[-1, 1]范围\n",
    "\n",
    "# 创建波浪\n",
    "x_wave, y_wave = create_wave_mask(0.5, 0.5, 0.4, water_level_normalized, \n",
    "                                 amplitude=0.03, frequency=4, phase=0)\n",
    "\n",
    "# 创建填充区域 - 水面以下部分\n",
    "theta_bottom = np.linspace(np.pi, 2 * np.pi, 150)\n",
    "x_bottom = 0.5 + 0.4 * np.cos(theta_bottom)\n",
    "y_bottom = 0.5 + 0.4 * np.sin(theta_bottom)\n",
    "\n",
    "# 组合点来创建填充多边形\n",
    "x_fill = np.concatenate([x_wave, x_bottom[::-1]])\n",
    "y_fill = np.concatenate([y_wave, y_bottom[::-1]])\n",
    "\n",
    "# 绘制水球填充\n",
    "water_fill = Polygon(np.column_stack([x_fill, y_fill]), color=water_color, alpha=0.85)\n",
    "ax.add_patch(water_fill)\n",
    "\n",
    "# 绘制波浪线\n",
    "ax.plot(x_wave, y_wave, color='#0d5aa7', linewidth=2, alpha=0.9)\n",
    "\n",
    "# 绘制外边框\n",
    "border_circle = Circle((0.5, 0.5), 0.4, fill=False, color=border_color, linewidth=4)\n",
    "ax.add_patch(border_circle)\n",
    "\n",
    "# 添加百分比文字 - 大号居中\n",
    "ax.text(0.5, 0.5, f'{percentage:.0f}%', \n",
    "        fontsize=48, fontweight='bold', \n",
    "        ha='center', va='center', color=text_color)\n",
    "\n",
    "# 添加标题\n",
    "ax.text(0.5, 0.9, '旗舰店订单占比', \n",
    "        fontsize=20, fontweight='bold', \n",
    "        ha='center', va='center', color=text_color)\n",
    "\n",
    "# 添加副标题\n",
    "ax.text(0.5, 0.84, '截至6月30日旗舰店订单占比统计', \n",
    "        fontsize=14, ha='center', va='center', color=text_color, alpha=0.9)\n",
    "\n",
    "# 添加数据说明 - 放在水球下方\n",
    "ax.text(0.5, 0.15, f'旗舰店订单数：{flagship_orders}', \n",
    "        fontsize=16, ha='center', va='center', color=text_color, fontweight='bold')\n",
    "ax.text(0.5, 0.09, f'总订单数：{total_orders}', \n",
    "        fontsize=16, ha='center', va='center', color=text_color, fontweight='bold')\n",
    "\n",
    "# 设置坐标轴范围并隐藏坐标轴\n",
    "ax.set_xlim(0, 1)\n",
    "ax.set_ylim(0, 1)\n",
    "ax.axis('off')\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4463cda6-13bf-46b6-aa09-f4dab1e7977a",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
